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      The research for mechanics stimulation method of nonlinear random vibration based on statistical linear theory

      Frattura ed Integrità Strutturale
      Gruppo Italiano Frattura
      Nonlinear random vibration

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          Abstract

          Earthquake disasters have brought great harm to people's life safety and economic property. Its effect on fabric mainly focus on random effects currently, the general pseudo excitation method could solve the inefficiency calculation problem of linear random earthquake. However it could not take the nonlinear problem factors into account for calculation. In this paper, we suggest that a nonlinear structural incentive method should be improved based on statistical linearity to calculate and solve absolute displacement value. Through the analysis and research for cases, we calculate the displacement, speed, random vibration spectrum of bridge’s accelerated speed, as well as the influencing situation of axial force. The results indicate that such perfect incentive method could not only perform nonlinear structure analysis, but also to be very accurate and high effective. Such method could reasonably avoid the displacement decomposition and solution of the pseudostatic model?thus it will be widely applied in common software.

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          Most cited references2

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          Near-optimal control problems for linear forward–backward stochastic systems

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            Seismic random-vibration analysis of multisupport-structural systems

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              Author and article information

              Journal
              Frattura ed Integrità Strutturale
              Gruppo Italiano Frattura
              01 July 2014
              : 8
              : 29
              Article
              c57242cd7db24c1a8d058eba853f4179
              96cdb46a-f456-4590-8ccd-c596c1ea6024

              This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 4.0 Unported License. To view a copy of this license, visit http://creativecommons.org/licenses/by/4.0/

              History
              Categories
              Mechanical engineering and machinery
              TJ1-1570
              Structural engineering (General)
              TA630-695

              Materials technology,Materials properties,Materials characterization,Engineering,Civil engineering,Mechanical engineering
              Nonlinear random vibration

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